\documentclass[12pt]{article}

\usepackage{amssymb}
\usepackage{alltt}
\usepackage{html}
\usepackage{url}
\usepackage{ssj}

% \def\bq{\mbox{\boldmath $q$}}
% \def\be{\mbox{\boldmath $e$}}
\def\bu{\mbox{\boldmath $u$}}
% \def\bv{\mbox{\boldmath $v$}}
% \def\bC{\mbox{\boldmath $C$}}
% \def\bV{\mbox{\boldmath $V$}}
% \def\cS{\mathcal{S}}


\mytwoheads\dateheadtrue
\detailedfalse

% \includeonly{F2wStructure}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\begin{document}

\begin{titlepage}

%  \title{hups}{Highly Uniform Point Sets}
\title{hups}{Tools for Quasi-Monte Carlo}

This package provides classes implementing highly uniform point sets
(HUPS) and tools for their randomization.
These point sets can be used for quasi-Monte Carlo integration.
Randomized quasi-Monte Carlo point sets can in fact replace streams
of uniform random numbers in a simulation, for the purpose of
reducing the variance of the estimator.

\vfill
\end{titlepage}

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\pagenumbering{roman}
\tableofcontents
\pagenumbering{arabic}

\include{overview}

\include{PointSet}                        % top class
\include{PointSetIterator}

\include{PointSetRandomization}
\include{EmptyRandomization}
\include{RandomShift}
\include{LMScrambleShift}
\include{SMScrambleShift}
\include{RandomStart}

\include{ContainerPointSet}
\include{CachedPointSet}
% \include{SortedPointSet}
\include{SubsetOfPointSet}
\include{PaddedPointSet}
\include{AntitheticPointSet}
\include{RandShiftedPointSet}
%% \include{RandXoredPointSet}  % remove ?
\include{BakerTransformedPointSet}

\include{CycleBasedPointSet}
\include{LCGPointSet}
\include{CycleBasedPointSetBase2}
\include{F2wStructure}
\include{F2wCycleBasedLFSR}
\include{F2wCycleBasedPolyLCG}

\include{DigitalNet}
\include{DigitalSequence}
\include{DigitalNetFromFile}
\include{FaureSequence}

\include{DigitalNetBase2}
\include{DigitalSequenceBase2}
\include{DigitalNetBase2FromFile}
\include{SobolSequence}
\include{NiedSequenceBase2}
\include{NiedXingSequenceBase2}
\include{F2wNetLFSR}
\include{F2wNetPolyLCG}

\include{RadicalInverse}
\include{HammersleyPointSet}
\include{HaltonSequence}

\include{Rank1Lattice}
\include{KorobovLattice}
\include{KorobovLatticeSequence}

\include{RQMCPointSet}

\bibliographystyle{plain}
\bibliography{stat,random,vrt,simul,math,ift,fin}

\end{document}
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